Rewrite the equation to solve for x: Log(x) a=b

Answer 1

log (x) a = b

log (x)= b/a

10^log(x)=10^b/a

x=10^b/a

Steps:

1. Isolate the log function on the left side of the equation by dividing by a.
2. Raise 10 by both sides of the equation to cancel the log on the left.
3. Finally, we have x equal to 10 raised to b/a.

Answer 2

log _x a = b

x^b = a

b log x = log a

x = log a / log b